4n-6 in as a undistributed expression
1 answer:
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The system has Infinitely many solutions.
Step-by-step explanation:
We need to find how many solutions are there in:
Let:
Adding eq(1) and eq(2)
Since a constant term is equal to constant term, so the system has Infinitely many solutions.
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Initially there were 6 tiles with pictures of plants and 3 tiles with pictures of animals.
She removes one tile with the picture of a plant, so now there are 5 tiles with pictures of plants and 3 tiles with pictures of animals. There are 5+3=8 tiles in total.
The probability that the second tile has a plant on it is the number of tiles with pictures of plants (5) divided by the total number of tiles (8).
The probability is
.
She removes one tile with the picture of a plant, so now there are 5 tiles with pictures of plants and 3 tiles with pictures of animals. There are 5+3=8 tiles in total.
The probability that the second tile has a plant on it is the number of tiles with pictures of plants (5) divided by the total number of tiles (8).
The probability is